For various reasons. Read an introductory calculus book; they are usually full of examples that have practical applications.
One common use of differentiation (derivation) is to find the maximum or minimum of some function. A maximum or minimum can occur (a) at the endpoints of the interval under consideration, (b) at a point where the derivative is zero, (c) at a point where the derivative is not defined. This, obviously, requires differentiation.
Integration can be used to find areas and volumes, or, more generally, the area under a curve that might not necessarily represent an area in the geometric sense. For example, work = force x distance - but what happens if the force changes while you move? This "variable product" is equivalent to finding an area under a curve.
you simply differentiate the function and integrate the reamaing trigonometric equation leavin surd form in you ranswer
Series in calculus are important for many reasons. One of them is the ability to differentiate or integrate a series that represents a function much easier than the function itself.
You integrate each element of the matrix.
The answer depends on differentiate from WHAT!
to integrate something means to put two things together to make a new one
Segregate,or if integrate is being used in a mathematical sense,differentiate
dy/dx = 3 integral = (3x^2)/2
you simply differentiate the function and integrate the reamaing trigonometric equation leavin surd form in you ranswer
An amplifier can be used to integrate or differentiate a signal using a capacitor ability to charge or discharge at a certain rate.
A; An integrator will integrate or slowly change as a rapid input is applied. Differentiate will have just the opposite effect
The answer depends on what information you start with. For example, if you are given acceleration then you might integrate whereas if you are given displacement, you might differentiate.
Series in calculus are important for many reasons. One of them is the ability to differentiate or integrate a series that represents a function much easier than the function itself.
This person just asked me to integrate the word integrate into a sentence.
You integrate each element of the matrix.
-- differentiate -- derivative -- integrate -- integral -- chain rule -- implicit function -- arbitrary constant -- limit -- l'Hospital -- Newton -- rate of change -- area under the curve -- infinitesimal -- range -- domain -- delta -- epsilon -- ureter
I will fully integrate the new students in my class by Friday. We should integrate the screws, with the nuts.
to integrate = sheelev (שילב)